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題名:體現動態視覺化對中學生學習代數式基本運算的影響
書刊名:教育科學研究期刊
作者:左台益呂鳳琳李健恆
作者(外文):Tso, Tai-yihLu, Feng-linLei, Kin Hang
出版日期:2022
卷期:67:4
頁次:頁285-318
主題關鍵詞:代數式基本運算概念隱喻過程概念體現動態視覺化體現模擬Algebraic manipulationConceptual metaphorProceptEmbodied dynamic visualizationEmbodied simulation
原始連結:連回原系統網址new window
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  • 被引用次數被引用次數:期刊(0) 博士論文(0) 專書(0) 專書論文(0)
  • 排除自我引用排除自我引用:0
  • 共同引用共同引用:20
  • 點閱點閱:14
期刊論文
1.Ayres, Paul L.(2006)。Impact of reducing intrinsic cognitive load on learning in a mathematical domain。Applied Cognitive Psychology,20(3),287-298。  new window
2.Valenzeno, L.、Alibali, M. W.、Klatzky, R.(2003)。Teachers' gestures facilitate students' learning: A lesson in symmetry。Contemporary Educational Psychology,28(2),187-204。  new window
3.Sweller, John、Cooper, Graham A.(1985)。The use of worked examples as a substitute for problem solving in learning algebra。Cognition and Instruction,2(1),59-89。  new window
4.Sfard, Anna(1991)。On the dual nature of Mathematical conceptions: reflections on processes and objects as different sides of the same coin。Educational Studies in Mathematics,22(1),1-36。  new window
5.Ayres, P.、Paas, F.(2007)。Making instructional animations more effective: A cognitive load approach。Applied Cognitive Psychology,21(6),695-700。  new window
6.Höffler, Tim N.、Leutner, Detlev(2007)。Instructional animation versus static pictures: A meta-analysis。Learning and instruction,17(6),722-738。  new window
7.Paas, Fred G. W. C.(1992)。Training strategies for attaining transfer of problem-solving skill in statistics: A cognitive-load approach。Journal of Educational Psychology,84(4),429-434。  new window
8.Gray, Eddie M.、Tall, David O.(1994)。Duality, ambiguity, and flexibility: A "proceptual" view of simple arithmetic。Journal for Research in Mathematics Education,25(2),116-140。  new window
9.Weller, K.、Arnon, I.、Dubinsky, E.(2009)。Preservice teachers' understanding of the relation between a fraction or integer and its decimal expansion。Canadian Journal of Science, Mathematics and Technology Education,9(1),5-28。  new window
10.左台益、李健恆(20181200)。素養導向之數學教材設計與發展。教育科學研究期刊,63(4),29-58。new window  延伸查詢new window
11.Church, R. B.、Ayman-Nolley, S.、Mahootian, S.(2004)。The role of gesture in bilingual education: Does gesture enhance learning?。International Journal of Bilingual Education and Bilingualism,7(4),303-319。  new window
12.de Koning, Björn B.、Tabbers, Huib K.(2013)。Gestures in instructional animations: A helping hand to understanding non-human movements?。Applied Cognitive Psychology,27(5),683-689。  new window
13.Goldin-Meadow, S.、Nusbaum, H.、Kelly, S. D.、Wagner, S.(2001)。Explaining math: Gesturing lightens the load。Psychological Science,12(6),516-522。  new window
14.de Koning, Björn B.、Tabbers, Huib K.(2011)。Facilitating understanding of movements in dynamic visualizations: An embodied perspective。Educational Psychology Review,23(4),501-521。  new window
15.Wong, Anna、Marcus, Nadine、Ayres, Paul、Smith, Lee、Cooper, Graham A.、Paas, Fred、Sweller, John(2009)。Instructional animations can be superior to statics when learning human motor skills。Computers in Human Behavior,25(2),339-347。  new window
16.Yeo, Lian-ming、Tzeng, Yuh-tsuen(20200400)。Cognitive Effect of Tracing Gesture in the Learning from Mathematics Worked Examples。International Journal of Science and Mathematics Education,18(4),733-751。  new window
17.Ginns, P.、Hu, F.-T.、Byrne, E.、Bobis, J.(2016)。Learning by tracing worked examples。Applied Cognitive Psychology,30(2),160-169。  new window
18.連宥鈞、吳昭容(20201000)。手勢融入範例對低能力學生運算與幾何學習的影響。臺灣數學教育期刊,7(2),45-70。new window  延伸查詢new window
19.Skemp, Richard R.(1976)。Relational understanding and instrumental understanding。Mathematics Teaching,77,20-26。  new window
20.曾明基(20210600)。成功期望與興趣價值對數學成就的動態影響:動態結構方程模型分析。教育科學研究期刊,66(2),145-173。new window  延伸查詢new window
21.左台益、呂鳳琳、曾世綺、吳慧敏、陳明璋、譚寧君(20111100)。以分段方式降低任務複雜度對專家與生手閱讀幾何證明的影響。教育心理學報,43(專刊),291-314。new window  延伸查詢new window
22.Radford, Luis(2003)。Gestures, Speech, and the Sprouting of Signs: A Semiotic-Cultural Approach to Students' Types of Generalization。Mathematical Thinking and Learning,5(1),37-70。  new window
23.吳昭容、鄭鈐華、張凌嘉(20210300)。從算式或文字閱讀數學科普文章:共變數分析與階層線性模式的比較。教育科學研究期刊,66(1),107-139。new window  延伸查詢new window
24.Boaler, Jo、Chen, Lang、Williams, Cathy、Cordero, Montserrat(2016)。Seeing as understanding: The importance of visual mathematics for our brain and learning。Journal of Applied & Computational Mathematics,5(5),(1000325)1-(1000325)6。  new window
25.Castro-Alonso, J. C.、Ayres, P.、Paas, F.(2016)。Comparing apples and oranges? A critical look at research on learning from statics versus animations。Computers & Education,102,234-243。  new window
26.Goldin-Meadow, Susan、Wagner, Susan M.(2005)。How our hands help us learn。Trends in Cognitive Sciences,9(5),234-241。  new window
27.Moreno-Armella, L.、Hegedus, S. J.、Kaput, J. J.(2008)。From static to dynamic mathematics: Historical and representational perspectives。Educational Studies in Mathematics,68(2),99-111。  new window
28.Presmeg, Norma(2014)。Contemplating visualization as an epistemological learning tool in mathematics。ZDM: Mathematics Education,46(1),151-157。  new window
29.Shimada, S.、Oki, K.(2012)。Modulation of motor area activity during observation of unnatural body movements。Brain and Cognition,80(1),1-6。  new window
30.Wittmann, Michael C.、Flood, Virginia J.、Black, Katrina E.(2013)。Algebraic manipulation as motion within a landscape。Educational Studies in Mathematics,82(2),169-181。  new window
31.Yang, Kai-Lin、Lin, Fou-Lai、Tso, Tai-Yih(2022)。An approach to enactivist perspective on learning: Mathematics-grounding activities。Asia-Pacific Education Researcher,31(6),657-666。  new window
32.Zazkis, R.、Dubinsky, E.、Dautermann, J.(1996)。Coordinating visual and analytic strategies: A study of students' understanding of the group D4。Journal for Research in Mathematics Education,27(4),435-457。  new window
會議論文
1.Bos, Rogier、Renkema, Winand(2022)。Metaphor-based algebra animation。The 15th International Conference on Technology in Mathematics Teaching。  new window
2.Yerushalmy, M.、Shternberg, G.、Gilead, S.(1999)。Visualization as a vehicle for meaningful problem solving in algebra。The 23rd Conference of the International Group for the Psychology of Mathematics Education。PME。197-211。  new window
學位論文
1.Renkema, W.(2019)。Effectiveness of Dynamic Visualisation in Video-based Animated Algebra Instruction(碩士論文)。Utrecht University。  new window
圖書
1.McNeill, David(1992)。Hand and mind: what gestures reveal about thought。University of Chicago Press。  new window
2.Arnon, Ilana、Cottrill, Jim、Dubinsky, Ed、Oktaç, Asuman、Roa Fuentes, Solange、Trigueros, Maria、Weller, Kirk(2014)。APOS theory: A framework for research and curriculum development in mathematics education。Springer。  new window
3.Núñez, Rafael E.、Lakoff, George(2000)。Where mathematics comes from: How the embodied mind brings mathematics into being。Basic Books。  new window
單篇論文
1.Lakoff, George(2009)。The neural theory of metaphor,https://papers.ssrn.com/sol3/papers.cfm?abstract_id=1437794。  new window
圖書論文
1.Dubinsky, Ed、Mcdonald, Michael A.(2001)。APOS: A Constructivist Theory of Learning in Undergraduate Mathematics Education Research。The Teaching and Learning of Mathematics at University Level: An ICMI Study。Kluwer Academic。  new window
2.Bell, Lynn、Juersivich, Nicole、Hammond, Thomas C.、Bell, Randy L.(2012)。The TPACK of dynamic representations。Educational technology, teacher knowledge, and classroom impact。IGI Global。  new window
3.Castro-Alonso, J. C.、Ayres, P.、Paas, F.(2015)。The potential of embodied cognition to improve STEAM instructional dynamic visualizations。Emerging technologies for STEAM education: Full STEAM ahead。Springer。  new window
4.Karadag, Z.、McDougall, D.(2011)。GeoGebra as a cognitive tool: Where cognitive theories and technology meet。Model-centered learning: Pathways to mathematical understanding using GeoGebra。Sense Publishers。  new window
5.Wagner, I.、Schnotz, W.(2017)。Learning from static and dynamic visualizations: What kind of questions should we ask?。Learning from dynamic visualization: Innovations in research and application。Springer。  new window
6.Rohr, M.、Reimann, P.(1998)。Reasoning with Multiple Representations When Acquiring the Particulate Model of Matter。Learning with Multiple Representations。Pergamon。  new window
 
 
 
 
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